How do we convert 2-D to 3-D?
- relative distance (how far is something from another object?)
Oculomotor Cues (2)
Monocular Cues: Static (pictorial)
Static Cues: 3 groups, 9 altogether
Position-Based Cues --partial occlusion (V2) --relative height Size-Based Cues --familiar size --relative size --texture gradients --linear perspective Lighting-Based Cues --atmospheric perspective --shading --case shadows
Relative Height
relative to horizon/point of fixation
Size and Distance
Texture gradients:
Texture elements get closer together and smaller with increasing distance
Texture discontinuities:
Similar to occlusion; texture changes abruptly at depth boundaries
Atmospheric (or aerial) perspective
more atmo=more air=more things to scatter light
-therefore, fugier, more blue, less kontrast, less distinct edges
Monocular Cues: Dynamic (3)
motion parallax
optic flow
deletion and accretion
Motion parallax:
Binocular cues
Binocular Disparity
Horopter
Fixation point
zero retinal disparity
Stereopsis
the ability to use binocular disparity as a cue to see depth
-how do we match stuff?
Local Vs. Global Stereopsis
Local: [With simple objects, matching could be done on a point by point basis, would require object or feature recognition prior to stereopsis]
Global: [whether retinal disparity was a sufficient cue for stereopsis in the absence of any other depth cues
Created random-dot stereograms – no local stereopsis (no objects or contours) or static monocular depth cues]
Size Constancy
Emmett’s Law (size-Distance Invariance)
Perceived Size = k*(Retinal image size x Perceived Distance)
-where you see ob correlated to the size of the afterimage
The Ponzo Illusion
Ames Room
(a) This shows the actual shape of the Ames room. Most of the visible surfaces of an Ames room are trapezoidal, but they all appear rectangular to a person looking through the peephole. Thus, the left and right corners of the wall opposite the peephole appear to be equidistant from the observer, and the wall appears to be perpendicular to the line of sight.
(b) In this photo taken through the peephole in an Ames room, the children on the right look taller than the adult woman on the left, but of course they are much shorter.
Moon Illusion